Abstract. In this paper, a new algorithm based on Set Inversion techniques and Modal Interval Analysis is presented. This algorithm allows solving problems involv-ing quantified constraints over the reals through the characterization of their solution sets. The presented methodology can be applied over a wide range of problems involving uncertain (non)linear systems. Finally, an advanced application is solved
ABSTRACT. In this paper, one presents how to use a new interval arithmetic framework based on free a...
International audienceIn the paper, we present a new interval-based set inversion algorithm which ta...
This paper deals with the computation of control invariant sets for constrained nonlinear systems. T...
This paper describes a new reliable method, based on modal interval analysis (MIA) and set inversion...
We present an algorithm to characterize the set S = {x is an element of R-l : f(x) > 0} = f(-1)(]0, ...
We present an algorithm to characterize the set S = {x ∈ R-1 : f(x) > 0} = f(-1)(]0, ∞...
Les restriccions reals quantificades (QRC) formen un formalisme matemàtic utilitzat per modelar un g...
International audienceThis paper deals with the set inversion problem X = f −1 (Y) in the case where...
Abstract: The problem of characterizing in a guaranteed way the set of all feasible set-points of a ...
A general framework for computing robust controllable sets of constrained nonlinear uncertain discre...
A reliable symbolic-numeric algorithm for solving nonlinear systems over the reals is designed. The ...
International audienceThis paper deals with the set inversion problem X = f −1 (Y) in the case where...
International audienceIn recent years, many applications, as well as theoretical properties of inter...
International audienceThis paper deals with a fault detection method taking model uncertainties desc...
Given a nonlinear discrete-time system, previous works exist that compute invariant sets as finite u...
ABSTRACT. In this paper, one presents how to use a new interval arithmetic framework based on free a...
International audienceIn the paper, we present a new interval-based set inversion algorithm which ta...
This paper deals with the computation of control invariant sets for constrained nonlinear systems. T...
This paper describes a new reliable method, based on modal interval analysis (MIA) and set inversion...
We present an algorithm to characterize the set S = {x is an element of R-l : f(x) > 0} = f(-1)(]0, ...
We present an algorithm to characterize the set S = {x ∈ R-1 : f(x) > 0} = f(-1)(]0, ∞...
Les restriccions reals quantificades (QRC) formen un formalisme matemàtic utilitzat per modelar un g...
International audienceThis paper deals with the set inversion problem X = f −1 (Y) in the case where...
Abstract: The problem of characterizing in a guaranteed way the set of all feasible set-points of a ...
A general framework for computing robust controllable sets of constrained nonlinear uncertain discre...
A reliable symbolic-numeric algorithm for solving nonlinear systems over the reals is designed. The ...
International audienceThis paper deals with the set inversion problem X = f −1 (Y) in the case where...
International audienceIn recent years, many applications, as well as theoretical properties of inter...
International audienceThis paper deals with a fault detection method taking model uncertainties desc...
Given a nonlinear discrete-time system, previous works exist that compute invariant sets as finite u...
ABSTRACT. In this paper, one presents how to use a new interval arithmetic framework based on free a...
International audienceIn the paper, we present a new interval-based set inversion algorithm which ta...
This paper deals with the computation of control invariant sets for constrained nonlinear systems. T...